Uditnarayan Kouskiya Amit Acharya
We demonstrate the feasibility of a scheme to obtain approximate weak solutions to (inviscid) Burgers equation in conservation and Hamilton-Jacobi form, treated as degenerate elliptic problems. We show different variants recover non-unique weak solutions as appropriate, and also specific constructive approaches to recover the corresponding entropy solutions.
By considering the frictional sliding of randomly distributed entanglements within the polymer network upon mechanical stretches, we develop a constitutive theory to describe the large stretch behaviors of highly entangled hydrogels.
doi: https://doi.org/10.1007/s10483-024-3076-8
Solidification phenomenon has been an integral part of the manufacturing processes of metals, where the quantification ofstochastic variations and manufacturing uncertainties is critically important. Accurate molecular dynamics (MD) simulations ofmetal solidification and the resulting properties require excessive computational expenses for probabilistic stochastic analyseswhere thousands of random realizations are necessary.
This paper provides a brief review on modeling of composite structures. Composite structures in this paper refer to any structure featuring anisotropy and heterogeneity, including but not limited to their traditional meaning of composite laminates made of unidirectional fiber-reinforced composites. Common methods used in modeling of composite structures, including the axiomatic method, the formal asymptotic method, and the variational asymptotic method, are illustrated in deriving the classical lamination theory for the composite laminated plates to see their commonalities and differences.
Organization: Biomedical Engineering Laboratory / School of AME / University of Oklahoma
Location: Norman, Oklahoma, United States
Date Needed: Available immediately
Primary Category: Research staff member for animal (chinchilla) studies
Type of Position: Full-Time
Salary: To be comparable and determined
Description & Details:
Dear Colleague,
we invite you and your interested colleagues and students to submit a contribution to the mini-symposium MS036:
“Smart Soft Materials: Additive Manufacturing, Modeling, Design, and Experimentation”
within the 9th European Congress on Computational Methods in Applied Sciences and Engineering (ECCOMA2024), that will take place in Lisbon, Portugal, on June 3-7, 2024.
The deadline for presenting an abstract has been extended to January, 29th 2024.
The Mechanics of Robotic Metamaterials Group at the department of Mechanical Engineering in the University of Birmingham, UK, led by Dr. Mingchao Liu, is recruiting one PhD student for the fall of 2024. The group is also open to joint PhD students and visiting scholars. Additionally, they offer support to outstanding postdoctoral candidates in applying for fellowships.
